Mathematical Physics


On Dirac Negative Mass and Magnetic Monopole

Authors: Vu B Ho

In this work first we discuss the possibility of existence of Dirac negative mass and magnetic monopole by formulating Dirac and Maxwell equations from a symmetrical system of linear first order partial differential equations. Then, by establishing a complete symmetry between space and time, in particular their dual dynamics, we show that the existence of negative mass is the result of dynamical symmetry between space and time, and magnetic monopole is a manifestation of the temporal topological structure of an elementary particle classified by the homotopy group of closed surfaces. We also show that the quantum relationship between the electric charge and the magnetic charge obtained by Dirac can be derived by imposing a topological relationship between the Gaussian curvatures of the temporal and spatial manifolds.

Comments: 9 Pages.

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Submission history

[v1] 2018-06-23 01:36:29

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